{
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
        "colab_type": "text"
      },
      "source": [
        "<a href=\"https://colab.research.google.com/github/simpler-env/SimplerEnv/blob/main/example.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "atOI6yOnkxI6"
      },
      "source": [
        "# SimplerEnv: Simulated Manipulation Policy Evaluation for Real-World Robots\n",
        "\n",
        "- Project page: <https://simpler-env.github.io/>\n",
        "- Code: <https://github.com/simpler-env/SimplerEnv>"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "3E3ILp1cTULl"
      },
      "source": [
        "## Installation\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 1,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "T5aYcrQzH9qo",
        "outputId": "7ff77e31-2cc3-4500-de1e-4e396636f33b"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Fri Aug  9 22:59:30 2024       \n",
            "+---------------------------------------------------------------------------------------+\n",
            "| NVIDIA-SMI 535.104.05             Driver Version: 535.104.05   CUDA Version: 12.2     |\n",
            "|-----------------------------------------+----------------------+----------------------+\n",
            "| GPU  Name                 Persistence-M | Bus-Id        Disp.A | Volatile Uncorr. ECC |\n",
            "| Fan  Temp   Perf          Pwr:Usage/Cap |         Memory-Usage | GPU-Util  Compute M. |\n",
            "|                                         |                      |               MIG M. |\n",
            "|=========================================+======================+======================|\n",
            "|   0  Tesla T4                       Off | 00000000:00:04.0 Off |                    0 |\n",
            "| N/A   46C    P8               9W /  70W |      0MiB / 15360MiB |      0%      Default |\n",
            "|                                         |                      |                  N/A |\n",
            "+-----------------------------------------+----------------------+----------------------+\n",
            "                                                                                         \n",
            "+---------------------------------------------------------------------------------------+\n",
            "| Processes:                                                                            |\n",
            "|  GPU   GI   CI        PID   Type   Process name                            GPU Memory |\n",
            "|        ID   ID                                                             Usage      |\n",
            "|=======================================================================================|\n",
            "|  No running processes found                                                           |\n",
            "+---------------------------------------------------------------------------------------+\n"
          ]
        }
      ],
      "source": [
        "#@title [!Important]Please use a GPU runtime.\n",
        "!nvidia-smi"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 2,
      "metadata": {
        "id": "pI0Ge9viDPks"
      },
      "outputs": [],
      "source": [
        "# @title Install vulkan for rendering\n",
        "!apt-get install -yqq --no-install-recommends libvulkan-dev vulkan-tools\n",
        "# below fixes some bugs introduced by some recent Colab changes\n",
        "!mkdir -p /usr/share/vulkan/icd.d\n",
        "!wget -q -P /usr/share/vulkan/icd.d https://raw.githubusercontent.com/haosulab/ManiSkill/main/docker/nvidia_icd.json\n",
        "!wget -q -O /usr/share/glvnd/egl_vendor.d/10_nvidia.json https://raw.githubusercontent.com/haosulab/ManiSkill/main/docker/10_nvidia.json"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 3,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "r_EBPnGtU1zA",
        "outputId": "8f5558c9-3365-4d8f-f259-8773ee56a434"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "'DISPLAY' environment variable not set... skipping surface info\n",
            "error: XDG_RUNTIME_DIR not set in the environment.\n",
            "==========\n",
            "VULKANINFO\n",
            "==========\n",
            "\n",
            "Vulkan Instance Version: 1.3.204\n"
          ]
        }
      ],
      "source": [
        "# @title Make sure vulkan is installed correctly\n",
        "!vulkaninfo | head -n 5"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 4,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "ZFUisRykZ4l4",
        "outputId": "fbdb2769-4798-45f0-e835-39d98a02a392"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Requirement already satisfied: numpy==1.24.4 in /usr/local/lib/python3.10/dist-packages (1.24.4)\n",
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            "Requirement already satisfied: zipp in /usr/local/lib/python3.10/dist-packages (from etils[epath,epy]->orbax-checkpoint==0.4.4) (3.19.2)\n",
            "Collecting scipy==1.12.0\n",
            "  Downloading scipy-1.12.0-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl.metadata (60 kB)\n",
            "\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m60.4/60.4 kB\u001b[0m \u001b[31m3.3 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
            "\u001b[?25hRequirement already satisfied: numpy<1.29.0,>=1.22.4 in /usr/local/lib/python3.10/dist-packages (from scipy==1.12.0) (1.24.4)\n",
            "Downloading scipy-1.12.0-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl (38.4 MB)\n",
            "\u001b[2K   \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m38.4/38.4 MB\u001b[0m \u001b[31m36.2 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
            "\u001b[?25hInstalling collected packages: scipy\n",
            "  Attempting uninstall: scipy\n",
            "    Found existing installation: scipy 1.13.1\n",
            "    Uninstalling scipy-1.13.1:\n",
            "      Successfully uninstalled scipy-1.13.1\n",
            "\u001b[31mERROR: pip's dependency resolver does not currently take into account all the packages that are installed. This behaviour is the source of the following dependency conflicts.\n",
            "xgboost 2.1.1 requires nvidia-nccl-cu12; platform_system == \"Linux\" and platform_machine != \"aarch64\", which is not installed.\n",
            "albumentations 1.4.13 requires typing-extensions>=4.9.0, but you have typing-extensions 4.5.0 which is incompatible.\n",
            "osqp 0.6.7.post0 requires scipy!=1.12.0,>=0.13.2, but you have scipy 1.12.0 which is incompatible.\u001b[0m\u001b[31m\n",
            "\u001b[0mSuccessfully installed scipy-1.12.0\n",
            "Requirement already satisfied: keras==2.15.0 in /usr/local/lib/python3.10/dist-packages (2.15.0)\n",
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            "Requirement already satisfied: pyasn1<0.7.0,>=0.4.6 in /usr/local/lib/python3.10/dist-packages (from pyasn1-modules>=0.2.1->google-auth<3,>=1.6.3->tensorboard<2.16,>=2.15->tensorflow==2.15.1) (0.6.0)\n",
            "Requirement already satisfied: oauthlib>=3.0.0 in /usr/local/lib/python3.10/dist-packages (from requests-oauthlib>=0.7.0->google-auth-oauthlib<2,>=0.5->tensorboard<2.16,>=2.15->tensorflow==2.15.1) (3.2.2)\n",
            "fatal: destination path 'ManiSkill2_real2sim' already exists and is not an empty directory.\n",
            "Obtaining file:///content/ManiSkill2_real2sim\n",
            "  Installing build dependencies ... \u001b[?25l\u001b[?25hdone\n",
            "  Checking if build backend supports build_editable ... \u001b[?25l\u001b[?25hdone\n",
            "  Getting requirements to build editable ... \u001b[?25l\u001b[?25hdone\n",
            "  Preparing editable metadata (pyproject.toml) ... \u001b[?25l\u001b[?25hdone\n",
            "Requirement already satisfied: numpy in /usr/local/lib/python3.10/dist-packages (from mani_skill2_real2sim==0.5.3) (1.24.4)\n",
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            "Requirement already satisfied: farama-notifications>=0.0.1 in /usr/local/lib/python3.10/dist-packages (from gymnasium>=0.28.1->mani_skill2_real2sim==0.5.3) (0.0.4)\n",
            "Requirement already satisfied: gitdb<5,>=4.0.1 in /usr/local/lib/python3.10/dist-packages (from GitPython->mani_skill2_real2sim==0.5.3) (4.0.11)\n",
            "Requirement already satisfied: pillow>=8.3.2 in /usr/local/lib/python3.10/dist-packages (from imageio->mani_skill2_real2sim==0.5.3) (9.4.0)\n",
            "Requirement already satisfied: imageio-ffmpeg in /usr/local/lib/python3.10/dist-packages (from imageio[ffmpeg]->mani_skill2_real2sim==0.5.3) (0.5.1)\n",
            "Requirement already satisfied: psutil in /usr/local/lib/python3.10/dist-packages (from imageio[ffmpeg]->mani_skill2_real2sim==0.5.3) (5.9.5)\n",
            "Requirement already satisfied: smmap<6,>=3.0.1 in /usr/local/lib/python3.10/dist-packages (from gitdb<5,>=4.0.1->GitPython->mani_skill2_real2sim==0.5.3) (5.0.1)\n",
            "Requirement already satisfied: charset-normalizer<4,>=2 in /usr/local/lib/python3.10/dist-packages (from requests>=2.22->sapien==2.2.2->mani_skill2_real2sim==0.5.3) (3.3.2)\n",
            "Requirement already satisfied: idna<4,>=2.5 in /usr/local/lib/python3.10/dist-packages (from requests>=2.22->sapien==2.2.2->mani_skill2_real2sim==0.5.3) (3.7)\n",
            "Requirement already satisfied: urllib3<3,>=1.21.1 in /usr/local/lib/python3.10/dist-packages (from requests>=2.22->sapien==2.2.2->mani_skill2_real2sim==0.5.3) (2.0.7)\n",
            "Requirement already satisfied: certifi>=2017.4.17 in /usr/local/lib/python3.10/dist-packages (from requests>=2.22->sapien==2.2.2->mani_skill2_real2sim==0.5.3) (2024.7.4)\n",
            "Requirement already satisfied: soupsieve>1.2 in /usr/local/lib/python3.10/dist-packages (from beautifulsoup4->gdown>=4.6.0->mani_skill2_real2sim==0.5.3) (2.5)\n",
            "Requirement already satisfied: setuptools in /usr/local/lib/python3.10/dist-packages (from imageio-ffmpeg->imageio[ffmpeg]->mani_skill2_real2sim==0.5.3) (71.0.4)\n",
            "Requirement already satisfied: PySocks!=1.5.7,>=1.5.6 in /usr/local/lib/python3.10/dist-packages (from requests[socks]->gdown>=4.6.0->mani_skill2_real2sim==0.5.3) (1.7.1)\n",
            "Building wheels for collected packages: mani_skill2_real2sim\n",
            "  Building editable for mani_skill2_real2sim (pyproject.toml) ... \u001b[?25l\u001b[?25hdone\n",
            "  Created wheel for mani_skill2_real2sim: filename=mani_skill2_real2sim-0.5.3-0.editable-py3-none-any.whl size=7553 sha256=7301927181a4813c8736b8599614213964c84b4d63c3d70bb5914a7c3f180f76\n",
            "  Stored in directory: /tmp/pip-ephem-wheel-cache-q405ysvq/wheels/e8/f9/5c/bae03205d26a1eae11ad649a4eea25c9ec62eec90dfa4d738c\n",
            "Successfully built mani_skill2_real2sim\n",
            "Installing collected packages: mani_skill2_real2sim\n",
            "  Attempting uninstall: mani_skill2_real2sim\n",
            "    Found existing installation: mani_skill2_real2sim 0.5.3\n",
            "    Uninstalling mani_skill2_real2sim-0.5.3:\n",
            "      Successfully uninstalled mani_skill2_real2sim-0.5.3\n",
            "Successfully installed mani_skill2_real2sim-0.5.3\n",
            "fatal: destination path 'SimplerEnv' already exists and is not an empty directory.\n",
            "Obtaining file:///content/SimplerEnv\n",
            "  Installing build dependencies ... \u001b[?25l\u001b[?25hdone\n",
            "  Checking if build backend supports build_editable ... \u001b[?25l\u001b[?25hdone\n",
            "  Getting requirements to build editable ... \u001b[?25l\u001b[?25hdone\n",
            "  Preparing editable metadata (pyproject.toml) ... \u001b[?25l\u001b[?25hdone\n",
            "Building wheels for collected packages: simpler_env\n",
            "  Building editable for simpler_env (pyproject.toml) ... \u001b[?25l\u001b[?25hdone\n",
            "  Created wheel for simpler_env: filename=simpler_env-0.0.1-0.editable-py3-none-any.whl size=3558 sha256=11911f9ddf571b4aea70e40e18e5703be9042dcaccc1decb47d8285e00d61d05\n",
            "  Stored in directory: /tmp/pip-ephem-wheel-cache-580g7qm8/wheels/35/70/91/7fd0a26ad5a9a0a798cd6c8ee196b326da951fa1853ca5a8b3\n",
            "Successfully built simpler_env\n",
            "Installing collected packages: simpler_env\n",
            "  Attempting uninstall: simpler_env\n",
            "    Found existing installation: simpler_env 0.0.1\n",
            "    Uninstalling simpler_env-0.0.1:\n",
            "      Successfully uninstalled simpler_env-0.0.1\n",
            "Successfully installed simpler_env-0.0.1\n",
            "mkdir: cannot create directory ‘./SimplerEnv/checkpoints’: File exists\n"
          ]
        }
      ],
      "source": [
        "# @title Install Real2Sim\n",
        "!pip install numpy==1.24.4\n",
        "!pip install orbax-checkpoint==0.4.4\n",
        "!pip install scipy==1.12.0\n",
        "!pip install keras==2.15.0\n",
        "!pip install tensorflow==2.15.1\n",
        "!git clone https://github.com/simpler-env/ManiSkill2_real2sim.git\n",
        "!pip install -e ./ManiSkill2_real2sim\n",
        "!git clone https://github.com/simpler-env/SimplerEnv.git\n",
        "!pip install -e ./SimplerEnv\n",
        "!mkdir ./SimplerEnv/checkpoints"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 5,
      "metadata": {
        "id": "MMuGj8uqmbgb"
      },
      "outputs": [],
      "source": [
        "#@title [Optional]Install RT-1 dependencies\n",
        "! pip install --quiet tf_agents"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 6,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Ja1xGJe5mnuu",
        "outputId": "d38cbb2d-b9fe-4cd7-97ad-56f6b1905cfb"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "fatal: destination path 'octo' already exists and is not an empty directory.\n",
            "HEAD is now at 653c54a Merge pull request #31 from octo-models/fix_robot_eval\n",
            "Obtaining file:///content/octo\n",
            "  Installing build dependencies ... \u001b[?25l\u001b[?25hdone\n",
            "  Checking if build backend supports build_editable ... \u001b[?25l\u001b[?25hdone\n",
            "  Getting requirements to build editable ... \u001b[?25l\u001b[?25hdone\n",
            "  Preparing editable metadata (pyproject.toml) ... \u001b[?25l\u001b[?25hdone\n",
            "Building wheels for collected packages: octo\n",
            "  Building editable for octo (pyproject.toml) ... \u001b[?25l\u001b[?25hdone\n",
            "  Created wheel for octo: filename=octo-0.0.0-0.editable-py3-none-any.whl size=3382 sha256=0883671cae31e9dff45138a036864480dd53c96221e3659aebc0e49f66302052\n",
            "  Stored in directory: /tmp/pip-ephem-wheel-cache-roxdztlh/wheels/66/42/18/cf44976e18724f184efd64bbc31830460087187fa524fa6e42\n",
            "Successfully built octo\n",
            "Installing collected packages: octo\n",
            "  Attempting uninstall: octo\n",
            "    Found existing installation: octo 0.0.0\n",
            "    Uninstalling octo-0.0.0:\n",
            "      Successfully uninstalled octo-0.0.0\n",
            "Successfully installed octo-0.0.0\n",
            "Looking in links: https://storage.googleapis.com/jax-releases/jax_cuda_releases.html\n",
            "Requirement already satisfied: jax==0.4.20 in /usr/local/lib/python3.10/dist-packages (from jax[cuda12_pip]==0.4.20) (0.4.20)\n",
            "Looking in links: https://storage.googleapis.com/jax-releases/jax_cuda_releases.html\n",
            "Requirement already satisfied: jaxlib==0.4.20 in /usr/local/lib/python3.10/dist-packages (from jaxlib[cuda12_pip]==0.4.20) (0.4.20+cuda12.cudnn89)\n",
            "Requirement already satisfied: jaxlib==0.4.20+cuda12.cudnn89 in /usr/local/lib/python3.10/dist-packages (0.4.20+cuda12.cudnn89)\n",
            "Requirement already satisfied: scipy>=1.9 in /usr/local/lib/python3.10/dist-packages (from jaxlib==0.4.20+cuda12.cudnn89) (1.12.0)\n",
            "Requirement already satisfied: numpy>=1.22 in /usr/local/lib/python3.10/dist-packages (from jaxlib==0.4.20+cuda12.cudnn89) (1.24.4)\n",
            "Requirement already satisfied: ml-dtypes>=0.2.0 in /usr/local/lib/python3.10/dist-packages (from jaxlib==0.4.20+cuda12.cudnn89) (0.3.2)\n",
            "Requirement already satisfied: distrax==0.1.5 in /usr/local/lib/python3.10/dist-packages (0.1.5)\n",
            "Requirement already satisfied: einops>=0.6.1 in /usr/local/lib/python3.10/dist-packages (0.8.0)\n",
            "Requirement already satisfied: absl-py>=0.9.0 in /usr/local/lib/python3.10/dist-packages (from distrax==0.1.5) (1.4.0)\n",
            "Requirement already satisfied: chex>=0.1.8 in /usr/local/lib/python3.10/dist-packages (from distrax==0.1.5) (0.1.86)\n",
            "Requirement already satisfied: jax>=0.1.55 in /usr/local/lib/python3.10/dist-packages (from distrax==0.1.5) (0.4.20)\n",
            "Requirement already satisfied: jaxlib>=0.1.67 in /usr/local/lib/python3.10/dist-packages (from distrax==0.1.5) (0.4.20+cuda12.cudnn89)\n",
            "Requirement already satisfied: numpy>=1.23.0 in /usr/local/lib/python3.10/dist-packages (from distrax==0.1.5) (1.24.4)\n",
            "Requirement already satisfied: tensorflow-probability>=0.15.0 in /usr/local/lib/python3.10/dist-packages (from distrax==0.1.5) (0.23.0)\n",
            "Requirement already satisfied: typing-extensions>=4.2.0 in /usr/local/lib/python3.10/dist-packages (from chex>=0.1.8->distrax==0.1.5) (4.5.0)\n",
            "Requirement already satisfied: toolz>=0.9.0 in /usr/local/lib/python3.10/dist-packages (from chex>=0.1.8->distrax==0.1.5) (0.12.1)\n",
            "Requirement already satisfied: ml-dtypes>=0.2.0 in /usr/local/lib/python3.10/dist-packages (from jax>=0.1.55->distrax==0.1.5) (0.3.2)\n",
            "Requirement already satisfied: opt-einsum in /usr/local/lib/python3.10/dist-packages (from jax>=0.1.55->distrax==0.1.5) (3.3.0)\n",
            "Requirement already satisfied: scipy>=1.9 in /usr/local/lib/python3.10/dist-packages (from jax>=0.1.55->distrax==0.1.5) (1.12.0)\n",
            "Requirement already satisfied: six>=1.10.0 in /usr/local/lib/python3.10/dist-packages (from tensorflow-probability>=0.15.0->distrax==0.1.5) (1.16.0)\n",
            "Requirement already satisfied: decorator in /usr/local/lib/python3.10/dist-packages (from tensorflow-probability>=0.15.0->distrax==0.1.5) (4.4.2)\n",
            "Requirement already satisfied: cloudpickle>=1.3 in /usr/local/lib/python3.10/dist-packages (from tensorflow-probability>=0.15.0->distrax==0.1.5) (2.2.1)\n",
            "Requirement already satisfied: gast>=0.3.2 in /usr/local/lib/python3.10/dist-packages (from tensorflow-probability>=0.15.0->distrax==0.1.5) (0.6.0)\n",
            "Requirement already satisfied: dm-tree in /usr/local/lib/python3.10/dist-packages (from tensorflow-probability>=0.15.0->distrax==0.1.5) (0.1.8)\n"
          ]
        }
      ],
      "source": [
        "#@title [Optional]Install Octo dependencies\n",
        "!git clone https://github.com/octo-models/octo\n",
        "!cd ./octo && git checkout 653c54acde686fde619855f2eac0dd6edad7116b && cd ..\n",
        "!pip install -e ./octo\n",
        "!pip install --upgrade \"jax[cuda12_pip]==0.4.20\" -f https://storage.googleapis.com/jax-releases/jax_cuda_releases.html --no-deps\n",
        "!pip install --upgrade \"jaxlib[cuda12_pip]==0.4.20\" -f https://storage.googleapis.com/jax-releases/jax_cuda_releases.html --no-deps\n",
        "!pip install jaxlib==0.4.20+cuda12.cudnn89\n",
        "!pip install distrax==0.1.5 \"einops>= 0.6.1\""
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 7,
      "metadata": {
        "id": "tSGomwvFcKf-"
      },
      "outputs": [],
      "source": [
        "# @title Install other requirements\n",
        "!pip install --quiet mediapy"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 8,
      "metadata": {
        "id": "4stLX8cdaWD3"
      },
      "outputs": [],
      "source": [
        "# @title [Important]Post Installation\n",
        "\n",
        "# run this so local pip installs are recognized\n",
        "import site\n",
        "site.main()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "TZJMaVVObgRt"
      },
      "source": [
        "## Create a Simulated Environment and Take Random Actions"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 9,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 682
        },
        "id": "pMhxVs4nC9NT",
        "outputId": "fd0005a4-d0aa-42e8-b739-de266edb8916"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.10/dist-packages/gymnasium/core.py:311: UserWarning: \u001b[33mWARN: env.get_language_instruction to get variables from other wrappers is deprecated and will be removed in v1.0, to get this variable you can do `env.unwrapped.get_language_instruction` for environment variables or `env.get_wrapper_attr('get_language_instruction')` that will search the reminding wrappers.\u001b[0m\n",
            "  logger.warn(\n",
            "/usr/local/lib/python3.10/dist-packages/gymnasium/core.py:311: UserWarning: \u001b[33mWARN: env.robot_uid to get variables from other wrappers is deprecated and will be removed in v1.0, to get this variable you can do `env.unwrapped.robot_uid` for environment variables or `env.get_wrapper_attr('robot_uid')` that will search the reminding wrappers.\u001b[0m\n",
            "  logger.warn(\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Reset info {'scene_name': 'google_pick_coke_can_1_v4', 'scene_offset': None, 'scene_pose': None, 'scene_table_height': 0.87, 'urdf_version': 'recolor_tabletop_visual_matching_1', 'rgb_overlay_path': '/content/ManiSkill2_real2sim/data/real_inpainting/google_coke_can_real_eval_1.png', 'rgb_overlay_cameras': ['overhead_camera'], 'rgb_overlay_mode': 'background', 'disable_bad_material': False, 'model_id': 'opened_coke_can', 'model_scale': 1.0, 'distractor_model_ids': None, 'distractor_model_scales': None, 'obj_init_pose_wrt_robot_base': Pose([0.587925, -0.0238302, 0.840576], [0.707052, -0.0081018, -0.01162, -0.70702]), 'orientation': 'laid_vertically'}\n",
            "Instruction pick coke can\n",
            "Episode stats OrderedDict([('n_lift_significant', 0), ('consec_grasp', False), ('grasped', False)])\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<IPython.core.display.HTML object>"
            ],
            "text/html": [
              "<table class=\"show_videos\" style=\"border-spacing:0px;\"><tr><td style=\"padding:1px;\"><video controls width=\"640\" height=\"512\" style=\"object-fit:cover;\" loop autoplay muted>\n",
              "      <source 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type=\"video/mp4\"/>\n",
              "      This browser does not support the video tag.\n",
              "      </video></td></tr></table>"
            ]
          },
          "metadata": {}
        }
      ],
      "source": [
        "import simpler_env\n",
        "from simpler_env.utils.env.observation_utils import get_image_from_maniskill2_obs_dict\n",
        "import mediapy\n",
        "import sapien.core as sapien\n",
        "\n",
        "task_name = \"google_robot_pick_coke_can\"  # @param [\"google_robot_pick_coke_can\", \"google_robot_move_near\", \"google_robot_open_drawer\", \"google_robot_close_drawer\", \"widowx_spoon_on_towel\", \"widowx_carrot_on_plate\", \"widowx_stack_cube\", \"widowx_put_eggplant_in_basket\"]\n",
        "\n",
        "if 'env' in locals():\n",
        "  print(\"Closing existing env\")\n",
        "  env.close()\n",
        "  del env\n",
        "env = simpler_env.make(task_name)\n",
        "# Colab GPU does not supoort denoiser\n",
        "sapien.render_config.rt_use_denoiser = False\n",
        "obs, reset_info = env.reset()\n",
        "instruction = env.get_language_instruction()\n",
        "print(\"Reset info\", reset_info)\n",
        "print(\"Instruction\", instruction)\n",
        "\n",
        "frames = []\n",
        "done, truncated = False, False\n",
        "while not (done or truncated):\n",
        "   # action[:3]: delta xyz; action[3:6]: delta rotation in axis-angle representation;\n",
        "   # action[6:7]: gripper (the meaning of open / close depends on robot URDF)\n",
        "   image = get_image_from_maniskill2_obs_dict(env, obs)\n",
        "   action = env.action_space.sample() # replace this with your policy inference\n",
        "   obs, reward, done, truncated, info = env.step(action)\n",
        "   frames.append(image)\n",
        "\n",
        "episode_stats = info.get('episode_stats', {})\n",
        "print(\"Episode stats\", episode_stats)\n",
        "mediapy.show_video(frames, fps=10)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "0Epp91kpcqWv"
      },
      "source": [
        "## Run Inference on Simulated Environments"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 10,
      "metadata": {
        "id": "XgxjPOtxoAw6"
      },
      "outputs": [],
      "source": [
        "# @title Setup\n",
        "\n",
        "import os\n",
        "import numpy as np\n",
        "import simpler_env\n",
        "from simpler_env.utils.env.observation_utils import get_image_from_maniskill2_obs_dict\n",
        "import mediapy\n",
        "\n",
        "\n",
        "RT_1_CHECKPOINTS = {\n",
        "    \"rt_1_x\": \"rt_1_x_tf_trained_for_002272480_step\",\n",
        "    \"rt_1_400k\": \"rt_1_tf_trained_for_000400120\",\n",
        "    \"rt_1_58k\": \"rt_1_tf_trained_for_000058240\",\n",
        "    \"rt_1_1k\": \"rt_1_tf_trained_for_000001120\",\n",
        "}\n",
        "\n",
        "\n",
        "def get_rt_1_checkpoint(name, ckpt_dir=\"./SimplerEnv/checkpoints\"):\n",
        "  assert name in RT_1_CHECKPOINTS, name\n",
        "  ckpt_name = RT_1_CHECKPOINTS[name]\n",
        "  ckpt_path = os.path.join(ckpt_dir, ckpt_name)\n",
        "  if not os.path.exists(ckpt_path):\n",
        "    if name == \"rt_1_x\":\n",
        "      !gsutil -m cp -r gs://gdm-robotics-open-x-embodiment/open_x_embodiment_and_rt_x_oss/{ckpt_name}.zip {ckpt_dir}\n",
        "      !unzip {ckpt_dir}/{ckpt_name}.zip -d {ckpt_dir}\n",
        "    else:\n",
        "      !gsutil -m cp -r gs://gdm-robotics-open-x-embodiment/open_x_embodiment_and_rt_x_oss/{ckpt_name} {ckpt_dir}\n",
        "  return ckpt_path"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 11,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "p4IwfAe_rgDr",
        "outputId": "a3ef17ad-bb1d-412a-c741-c06791861725"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Closing existing env\n",
            "Reset info {'scene_name': 'google_pick_coke_can_1_v4', 'scene_offset': None, 'scene_pose': None, 'scene_table_height': 0.87, 'urdf_version': 'recolor_tabletop_visual_matching_1', 'rgb_overlay_path': '/content/ManiSkill2_real2sim/data/real_inpainting/google_coke_can_real_eval_1.png', 'rgb_overlay_cameras': ['overhead_camera'], 'rgb_overlay_mode': 'background', 'disable_bad_material': False, 'model_id': 'opened_coke_can', 'model_scale': 1.0, 'distractor_model_ids': None, 'distractor_model_scales': None, 'obj_init_pose_wrt_robot_base': Pose([0.587925, -0.0238302, 0.840576], [0.707052, -0.0081018, -0.01162, -0.70702]), 'orientation': 'laid_vertically'}\n",
            "Instruction pick coke can\n"
          ]
        }
      ],
      "source": [
        "# @title Select your model and environment\n",
        "\n",
        "task_name = \"google_robot_pick_coke_can\"  # @param [\"google_robot_pick_coke_can\", \"google_robot_move_near\", \"google_robot_open_drawer\", \"google_robot_close_drawer\", \"widowx_spoon_on_towel\", \"widowx_carrot_on_plate\", \"widowx_stack_cube\", \"widowx_put_eggplant_in_basket\"]\n",
        "\n",
        "if 'env' in locals():\n",
        "  print(\"Closing existing env\")\n",
        "  env.close()\n",
        "  del env\n",
        "env = simpler_env.make(task_name)\n",
        "\n",
        "# Note: we turned off the denoiser as the colab kernel will crash if it's turned on\n",
        "# To use the denoiser, please git clone our SIMPLER environments\n",
        "# and perform evaluations locally.\n",
        "sapien.render_config.rt_use_denoiser = False\n",
        "\n",
        "obs, reset_info = env.reset()\n",
        "instruction = env.get_language_instruction()\n",
        "print(\"Reset info\", reset_info)\n",
        "print(\"Instruction\", instruction)\n",
        "\n",
        "if \"google\" in task_name:\n",
        "  policy_setup = \"google_robot\"\n",
        "else:\n",
        "  policy_setup = \"widowx_bridge\""
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 14,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "J8kyi5Czp0yH",
        "outputId": "61f1c430-68d5-4a0d-efc6-c066f8f6c5af"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "WARNING:absl:Importing a function (__inference_block4e_expand_activation_layer_call_and_return_conditional_losses_1756302) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block7b_activation_layer_call_and_return_conditional_losses_1743046) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6c_se_reduce_layer_call_and_return_conditional_losses_1760957) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6f_expand_activation_layer_call_and_return_conditional_losses_1742603) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4e_se_reduce_layer_call_and_return_conditional_losses_1740331) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6b_activation_layer_call_and_return_conditional_losses_1760331) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4d_expand_activation_layer_call_and_return_conditional_losses_1755734) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4a_se_reduce_layer_call_and_return_conditional_losses_1739487) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6e_expand_activation_layer_call_and_return_conditional_losses_1742385) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6c_expand_activation_layer_call_and_return_conditional_losses_1741949) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5c_se_reduce_layer_call_and_return_conditional_losses_1758153) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5a_se_reduce_layer_call_and_return_conditional_losses_1757064) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block2c_expand_activation_layer_call_and_return_conditional_losses_1751830) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block3b_activation_layer_call_and_return_conditional_losses_1753066) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6a_activation_layer_call_and_return_conditional_losses_1741576) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5b_activation_layer_call_and_return_conditional_losses_1757527) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4a_se_reduce_layer_call_and_return_conditional_losses_1754271) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5d_se_reduce_layer_call_and_return_conditional_losses_1758721) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block7a_activation_layer_call_and_return_conditional_losses_1763171) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5e_expand_activation_layer_call_and_return_conditional_losses_1741322) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block3a_se_reduce_layer_call_and_return_conditional_losses_1752603) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4b_se_reduce_layer_call_and_return_conditional_losses_1739677) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5d_se_reduce_layer_call_and_return_conditional_losses_1741175) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block1a_se_reduce_layer_call_and_return_conditional_losses_1737857) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4c_se_reduce_layer_call_and_return_conditional_losses_1755360) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5a_activation_layer_call_and_return_conditional_losses_1757006) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4c_activation_layer_call_and_return_conditional_losses_1739859) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block1b_se_reduce_layer_call_and_return_conditional_losses_1738014) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4d_expand_activation_layer_call_and_return_conditional_losses_1740042) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block1b_se_reduce_layer_call_and_return_conditional_losses_1750356) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block3b_expand_activation_layer_call_and_return_conditional_losses_1752930) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6c_activation_layer_call_and_return_conditional_losses_1741984) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6c_se_reduce_layer_call_and_return_conditional_losses_1742020) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5d_expand_activation_layer_call_and_return_conditional_losses_1758527) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5a_se_reduce_layer_call_and_return_conditional_losses_1740549) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5b_expand_activation_layer_call_and_return_conditional_losses_1740668) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block3b_expand_activation_layer_call_and_return_conditional_losses_1738979) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6a_activation_layer_call_and_return_conditional_losses_1759810) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6c_activation_layer_call_and_return_conditional_losses_1760899) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block3c_se_reduce_layer_call_and_return_conditional_losses_1753692) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6a_se_reduce_layer_call_and_return_conditional_losses_1759868) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6d_expand_activation_layer_call_and_return_conditional_losses_1761331) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block2a_se_reduce_layer_call_and_return_conditional_losses_1750935) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_top_activation_layer_call_and_return_conditional_losses_1743229) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block2a_activation_layer_call_and_return_conditional_losses_1738197) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4b_expand_activation_layer_call_and_return_conditional_losses_1754598) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block3c_expand_activation_layer_call_and_return_conditional_losses_1753498) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5e_se_reduce_layer_call_and_return_conditional_losses_1759289) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block7b_activation_layer_call_and_return_conditional_losses_1763692) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6f_expand_activation_layer_call_and_return_conditional_losses_1762467) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block2a_se_reduce_layer_call_and_return_conditional_losses_1738233) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block2c_se_reduce_layer_call_and_return_conditional_losses_1752024) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5c_activation_layer_call_and_return_conditional_losses_1758095) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4d_activation_layer_call_and_return_conditional_losses_1740077) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5d_activation_layer_call_and_return_conditional_losses_1758663) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6f_activation_layer_call_and_return_conditional_losses_1762603) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5b_se_reduce_layer_call_and_return_conditional_losses_1740739) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6e_activation_layer_call_and_return_conditional_losses_1762035) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6c_expand_activation_layer_call_and_return_conditional_losses_1760763) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6b_activation_layer_call_and_return_conditional_losses_1741766) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6e_activation_layer_call_and_return_conditional_losses_1742420) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6f_activation_layer_call_and_return_conditional_losses_1742638) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5e_expand_activation_layer_call_and_return_conditional_losses_1759095) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6f_se_reduce_layer_call_and_return_conditional_losses_1742674) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5b_se_reduce_layer_call_and_return_conditional_losses_1757585) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4e_activation_layer_call_and_return_conditional_losses_1740295) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block3b_activation_layer_call_and_return_conditional_losses_1739014) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5a_activation_layer_call_and_return_conditional_losses_1740513) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block3b_se_reduce_layer_call_and_return_conditional_losses_1753124) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block1a_se_reduce_layer_call_and_return_conditional_losses_1749969) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5c_expand_activation_layer_call_and_return_conditional_losses_1740886) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4e_expand_activation_layer_call_and_return_conditional_losses_1740260) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block3c_se_reduce_layer_call_and_return_conditional_losses_1739268) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block3a_activation_layer_call_and_return_conditional_losses_1752545) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6b_se_reduce_layer_call_and_return_conditional_losses_1741802) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block1b_activation_layer_call_and_return_conditional_losses_1750298) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block3a_expand_activation_layer_call_and_return_conditional_losses_1738788) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6d_activation_layer_call_and_return_conditional_losses_1742202) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block3c_expand_activation_layer_call_and_return_conditional_losses_1739197) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5e_activation_layer_call_and_return_conditional_losses_1741357) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4b_expand_activation_layer_call_and_return_conditional_losses_1739606) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block2c_se_reduce_layer_call_and_return_conditional_losses_1738641) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block7b_expand_activation_layer_call_and_return_conditional_losses_1763556) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block1a_activation_layer_call_and_return_conditional_losses_1749911) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block7a_expand_activation_layer_call_and_return_conditional_losses_1763035) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5e_activation_layer_call_and_return_conditional_losses_1759231) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6a_expand_activation_layer_call_and_return_conditional_losses_1741540) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6d_se_reduce_layer_call_and_return_conditional_losses_1761525) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block2a_expand_activation_layer_call_and_return_conditional_losses_1750730) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block3a_expand_activation_layer_call_and_return_conditional_losses_1752398) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4a_activation_layer_call_and_return_conditional_losses_1739451) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_stem_activation_layer_call_and_return_conditional_losses_1749775) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5c_se_reduce_layer_call_and_return_conditional_losses_1740957) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4c_expand_activation_layer_call_and_return_conditional_losses_1739824) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4a_expand_activation_layer_call_and_return_conditional_losses_1739415) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5e_se_reduce_layer_call_and_return_conditional_losses_1741393) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block3b_se_reduce_layer_call_and_return_conditional_losses_1739050) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5c_expand_activation_layer_call_and_return_conditional_losses_1757959) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4d_activation_layer_call_and_return_conditional_losses_1755870) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5b_expand_activation_layer_call_and_return_conditional_losses_1757391) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6b_expand_activation_layer_call_and_return_conditional_losses_1741731) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_stem_activation_layer_call_and_return_conditional_losses_1737786) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4e_se_reduce_layer_call_and_return_conditional_losses_1756496) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block7a_activation_layer_call_and_return_conditional_losses_1742856) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5d_activation_layer_call_and_return_conditional_losses_1741139) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block7a_se_reduce_layer_call_and_return_conditional_losses_1742892) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block7b_se_reduce_layer_call_and_return_conditional_losses_1743082) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4e_activation_layer_call_and_return_conditional_losses_1756438) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4b_activation_layer_call_and_return_conditional_losses_1754734) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block2b_expand_activation_layer_call_and_return_conditional_losses_1738352) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5d_expand_activation_layer_call_and_return_conditional_losses_1741104) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6b_se_reduce_layer_call_and_return_conditional_losses_1760389) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block3c_activation_layer_call_and_return_conditional_losses_1739232) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block1a_activation_layer_call_and_return_conditional_losses_1737821) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block2b_activation_layer_call_and_return_conditional_losses_1751398) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5a_expand_activation_layer_call_and_return_conditional_losses_1756870) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block7b_se_reduce_layer_call_and_return_conditional_losses_1763750) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6d_activation_layer_call_and_return_conditional_losses_1761467) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6a_expand_activation_layer_call_and_return_conditional_losses_1759663) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block7b_expand_activation_layer_call_and_return_conditional_losses_1743011) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block2c_activation_layer_call_and_return_conditional_losses_1738605) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block2c_expand_activation_layer_call_and_return_conditional_losses_1738570) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6d_expand_activation_layer_call_and_return_conditional_losses_1742167) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5c_activation_layer_call_and_return_conditional_losses_1740921) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_top_activation_layer_call_and_return_conditional_losses_1764124) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block7a_expand_activation_layer_call_and_return_conditional_losses_1742821) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block1b_activation_layer_call_and_return_conditional_losses_1737978) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6e_se_reduce_layer_call_and_return_conditional_losses_1742456) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5b_activation_layer_call_and_return_conditional_losses_1740703) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6e_se_reduce_layer_call_and_return_conditional_losses_1762093) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block2b_se_reduce_layer_call_and_return_conditional_losses_1738423) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4d_se_reduce_layer_call_and_return_conditional_losses_1740113) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6f_se_reduce_layer_call_and_return_conditional_losses_1762661) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4c_activation_layer_call_and_return_conditional_losses_1755302) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block2b_expand_activation_layer_call_and_return_conditional_losses_1751262) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4a_activation_layer_call_and_return_conditional_losses_1754213) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4c_se_reduce_layer_call_and_return_conditional_losses_1739895) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block2a_activation_layer_call_and_return_conditional_losses_1750877) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block2a_expand_activation_layer_call_and_return_conditional_losses_1738161) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4b_se_reduce_layer_call_and_return_conditional_losses_1754792) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4c_expand_activation_layer_call_and_return_conditional_losses_1755166) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block7a_se_reduce_layer_call_and_return_conditional_losses_1763229) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block3a_se_reduce_layer_call_and_return_conditional_losses_1738860) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block3c_activation_layer_call_and_return_conditional_losses_1753634) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4d_se_reduce_layer_call_and_return_conditional_losses_1755928) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4a_expand_activation_layer_call_and_return_conditional_losses_1754066) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_action_1723318) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block4b_activation_layer_call_and_return_conditional_losses_1739641) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6d_se_reduce_layer_call_and_return_conditional_losses_1742238) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6a_se_reduce_layer_call_and_return_conditional_losses_1741612) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block2b_activation_layer_call_and_return_conditional_losses_1738387) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6e_expand_activation_layer_call_and_return_conditional_losses_1761899) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block2c_activation_layer_call_and_return_conditional_losses_1751966) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block3a_activation_layer_call_and_return_conditional_losses_1738824) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block5a_expand_activation_layer_call_and_return_conditional_losses_1740478) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_action_1717394) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block6b_expand_activation_layer_call_and_return_conditional_losses_1760195) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_distribution_fn_1729404) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_block2b_se_reduce_layer_call_and_return_conditional_losses_1751456) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n",
            "WARNING:absl:Importing a function (__inference_action_1708239) with ops with unsaved custom gradients. Will likely fail if a gradient is requested.\n"
          ]
        }
      ],
      "source": [
        "# @title Select your model and environment\n",
        "model_name = \"rt_1_x\" # @param [\"rt_1_x\", \"rt_1_400k\", \"rt_1_58k\", \"rt_1_1k\", \"octo-base\", \"octo-small\"]\n",
        "\n",
        "if \"rt_1\" in model_name:\n",
        "  from simpler_env.policies.rt1.rt1_model import RT1Inference\n",
        "\n",
        "  ckpt_path = get_rt_1_checkpoint(model_name)\n",
        "  model = RT1Inference(saved_model_path=ckpt_path, policy_setup=policy_setup)\n",
        "elif \"octo\" in model_name:\n",
        "  from simpler_env.policies.octo.octo_model import OctoInference\n",
        "\n",
        "  model = OctoInference(model_type=model_name, policy_setup=policy_setup, init_rng=0)\n",
        "else:\n",
        "  raise ValueError(model_name)\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 15,
      "metadata": {
        "cellView": "form",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "NfXbTg_ddy5O",
        "outputId": "f7406200-53c8-4c97-8b9f-d55f39b3b57f"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.10/dist-packages/gymnasium/core.py:311: UserWarning: \u001b[33mWARN: env.get_language_instruction to get variables from other wrappers is deprecated and will be removed in v1.0, to get this variable you can do `env.unwrapped.get_language_instruction` for environment variables or `env.get_wrapper_attr('get_language_instruction')` that will search the reminding wrappers.\u001b[0m\n",
            "  logger.warn(\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "pick coke can\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.10/dist-packages/gymnasium/core.py:311: UserWarning: \u001b[33mWARN: env.robot_uid to get variables from other wrappers is deprecated and will be removed in v1.0, to get this variable you can do `env.unwrapped.robot_uid` for environment variables or `env.get_wrapper_attr('robot_uid')` that will search the reminding wrappers.\u001b[0m\n",
            "  logger.warn(\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "0 {'elapsed_steps': 1, 'is_grasped': False, 'consecutive_grasp': False, 'lifted_object': False, 'lifted_object_significantly': False, 'success': False, 'episode_stats': OrderedDict([('n_lift_significant', 0), ('consec_grasp', False), ('grasped', False)])}\n",
            "1 {'elapsed_steps': 2, 'is_grasped': False, 'consecutive_grasp': False, 'lifted_object': False, 'lifted_object_significantly': False, 'success': False, 'episode_stats': OrderedDict([('n_lift_significant', 0), ('consec_grasp', False), ('grasped', False)])}\n",
            "2 {'elapsed_steps': 3, 'is_grasped': False, 'consecutive_grasp': False, 'lifted_object': False, 'lifted_object_significantly': False, 'success': False, 'episode_stats': OrderedDict([('n_lift_significant', 0), ('consec_grasp', False), ('grasped', False)])}\n",
            "3 {'elapsed_steps': 4, 'is_grasped': False, 'consecutive_grasp': False, 'lifted_object': False, 'lifted_object_significantly': False, 'success': False, 'episode_stats': OrderedDict([('n_lift_significant', 0), ('consec_grasp', False), ('grasped', False)])}\n",
            "4 {'elapsed_steps': 5, 'is_grasped': False, 'consecutive_grasp': False, 'lifted_object': False, 'lifted_object_significantly': False, 'success': False, 'episode_stats': OrderedDict([('n_lift_significant', 0), ('consec_grasp', False), ('grasped', False)])}\n",
            "5 {'elapsed_steps': 6, 'is_grasped': False, 'consecutive_grasp': False, 'lifted_object': False, 'lifted_object_significantly': False, 'success': False, 'episode_stats': OrderedDict([('n_lift_significant', 0), ('consec_grasp', False), ('grasped', False)])}\n",
            "6 {'elapsed_steps': 7, 'is_grasped': False, 'consecutive_grasp': False, 'lifted_object': False, 'lifted_object_significantly': False, 'success': False, 'episode_stats': OrderedDict([('n_lift_significant', 0), ('consec_grasp', False), ('grasped', False)])}\n",
            "7 {'elapsed_steps': 8, 'is_grasped': False, 'consecutive_grasp': False, 'lifted_object': False, 'lifted_object_significantly': False, 'success': False, 'episode_stats': OrderedDict([('n_lift_significant', 0), ('consec_grasp', False), ('grasped', False)])}\n",
            "8 {'elapsed_steps': 9, 'is_grasped': False, 'consecutive_grasp': False, 'lifted_object': False, 'lifted_object_significantly': False, 'success': False, 'episode_stats': OrderedDict([('n_lift_significant', 0), ('consec_grasp', False), ('grasped', False)])}\n",
            "9 {'elapsed_steps': 10, 'is_grasped': False, 'consecutive_grasp': False, 'lifted_object': False, 'lifted_object_significantly': False, 'success': False, 'episode_stats': OrderedDict([('n_lift_significant', 0), ('consec_grasp', False), ('grasped', False)])}\n",
            "10 {'elapsed_steps': 11, 'is_grasped': False, 'consecutive_grasp': False, 'lifted_object': False, 'lifted_object_significantly': False, 'success': False, 'episode_stats': OrderedDict([('n_lift_significant', 0), ('consec_grasp', False), ('grasped', False)])}\n",
            "11 {'elapsed_steps': 12, 'is_grasped': False, 'consecutive_grasp': False, 'lifted_object': False, 'lifted_object_significantly': False, 'success': False, 'episode_stats': OrderedDict([('n_lift_significant', 0), ('consec_grasp', False), ('grasped', False)])}\n",
            "12 {'elapsed_steps': 13, 'is_grasped': False, 'consecutive_grasp': False, 'lifted_object': False, 'lifted_object_significantly': False, 'success': False, 'episode_stats': OrderedDict([('n_lift_significant', 0), ('consec_grasp', False), ('grasped', False)])}\n",
            "13 {'elapsed_steps': 14, 'is_grasped': False, 'consecutive_grasp': False, 'lifted_object': False, 'lifted_object_significantly': False, 'success': False, 'episode_stats': OrderedDict([('n_lift_significant', 0), ('consec_grasp', False), ('grasped', False)])}\n",
            "14 {'elapsed_steps': 15, 'is_grasped': False, 'consecutive_grasp': False, 'lifted_object': False, 'lifted_object_significantly': False, 'success': False, 'episode_stats': OrderedDict([('n_lift_significant', 0), ('consec_grasp', False), ('grasped', False)])}\n",
            "15 {'elapsed_steps': 16, 'is_grasped': False, 'consecutive_grasp': False, 'lifted_object': False, 'lifted_object_significantly': False, 'success': False, 'episode_stats': OrderedDict([('n_lift_significant', 0), ('consec_grasp', False), ('grasped', False)])}\n",
            "16 {'elapsed_steps': 17, 'is_grasped': False, 'consecutive_grasp': False, 'lifted_object': False, 'lifted_object_significantly': False, 'success': False, 'episode_stats': OrderedDict([('n_lift_significant', 0), ('consec_grasp', False), ('grasped', False)])}\n",
            "17 {'elapsed_steps': 18, 'is_grasped': False, 'consecutive_grasp': False, 'lifted_object': False, 'lifted_object_significantly': False, 'success': False, 'episode_stats': OrderedDict([('n_lift_significant', 0), ('consec_grasp', False), ('grasped', False)])}\n",
            "18 {'elapsed_steps': 19, 'is_grasped': False, 'consecutive_grasp': False, 'lifted_object': False, 'lifted_object_significantly': False, 'success': False, 'episode_stats': OrderedDict([('n_lift_significant', 0), ('consec_grasp', False), ('grasped', False)])}\n",
            "19 {'elapsed_steps': 20, 'is_grasped': False, 'consecutive_grasp': False, 'lifted_object': False, 'lifted_object_significantly': False, 'success': False, 'episode_stats': OrderedDict([('n_lift_significant', 0), ('consec_grasp', False), ('grasped', False)])}\n",
            "20 {'elapsed_steps': 21, 'is_grasped': True, 'consecutive_grasp': False, 'lifted_object': False, 'lifted_object_significantly': False, 'success': False, 'episode_stats': OrderedDict([('n_lift_significant', 0), ('consec_grasp', False), ('grasped', True)])}\n",
            "21 {'elapsed_steps': 22, 'is_grasped': True, 'consecutive_grasp': False, 'lifted_object': False, 'lifted_object_significantly': False, 'success': False, 'episode_stats': OrderedDict([('n_lift_significant', 0), ('consec_grasp', False), ('grasped', True)])}\n",
            "22 {'elapsed_steps': 23, 'is_grasped': True, 'consecutive_grasp': False, 'lifted_object': True, 'lifted_object_significantly': True, 'success': True, 'episode_stats': OrderedDict([('n_lift_significant', 1), ('consec_grasp', False), ('grasped', True)])}\n",
            "23 {'elapsed_steps': 24, 'is_grasped': True, 'consecutive_grasp': False, 'lifted_object': True, 'lifted_object_significantly': True, 'success': True, 'episode_stats': OrderedDict([('n_lift_significant', 2), ('consec_grasp', False), ('grasped', True)])}\n",
            "24 {'elapsed_steps': 25, 'is_grasped': True, 'consecutive_grasp': True, 'lifted_object': True, 'lifted_object_significantly': True, 'success': True, 'episode_stats': OrderedDict([('n_lift_significant', 3), ('consec_grasp', True), ('grasped', True)])}\n",
            "25 {'elapsed_steps': 26, 'is_grasped': True, 'consecutive_grasp': True, 'lifted_object': True, 'lifted_object_significantly': True, 'success': True, 'episode_stats': OrderedDict([('n_lift_significant', 4), ('consec_grasp', True), ('grasped', True)])}\n",
            "Episode success: True\n"
          ]
        }
      ],
      "source": [
        "#@title Run inference\n",
        "\n",
        "obs, reset_info = env.reset()\n",
        "instruction = env.get_language_instruction()\n",
        "model.reset(instruction)\n",
        "print(instruction)\n",
        "\n",
        "image = get_image_from_maniskill2_obs_dict(env, obs)  # np.ndarray of shape (H, W, 3), uint8\n",
        "images = [image]\n",
        "predicted_terminated, success, truncated = False, False, False\n",
        "timestep = 0\n",
        "while not (predicted_terminated or truncated):\n",
        "    # step the model; \"raw_action\" is raw model action output; \"action\" is the processed action to be sent into maniskill env\n",
        "    raw_action, action = model.step(image)\n",
        "    predicted_terminated = bool(action[\"terminate_episode\"][0] > 0)\n",
        "    obs, reward, success, truncated, info = env.step(\n",
        "        np.concatenate([action[\"world_vector\"], action[\"rot_axangle\"], action[\"gripper\"]])\n",
        "    )\n",
        "    print(timestep, info)\n",
        "    # update image observation\n",
        "    image = get_image_from_maniskill2_obs_dict(env, obs)\n",
        "    images.append(image)\n",
        "    timestep += 1\n",
        "\n",
        "episode_stats = info.get(\"episode_stats\", {})\n",
        "print(f\"Episode success: {success}\")"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 16,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 553
        },
        "id": "ZiiQ0Fnqy2Wb",
        "outputId": "bd5e489d-6c2c-45c2-eab2-fd114c4f89ee"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "google_robot_pick_coke_can rt_1_x\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<IPython.core.display.HTML object>"
            ],
            "text/html": [
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type=\"video/mp4\"/>\n",
              "      This browser does not support the video tag.\n",
              "      </video></td></tr></table>"
            ]
          },
          "metadata": {}
        }
      ],
      "source": [
        "print(task_name, model_name)\n",
        "mediapy.show_video(images, fps=10)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "v69YCHasyz3O"
      },
      "source": [
        "## Gallery"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 535
        },
        "id": "pe59bPnNyka6",
        "outputId": "46f14748-9c0b-4017-9427-2750f423e7a7"
      },
      "outputs": [
        {
          "data": {
            "text/html": [
              "<table class=\"show_videos\" style=\"border-spacing:0px;\"><tr><td style=\"padding:1px;\"><video controls width=\"640\" height=\"512\" style=\"object-fit:cover;\" loop autoplay muted>\n",
              "      <source 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type=\"video/mp4\"/>\n",
              "      This browser does not support the video tag.\n",
              "      </video></td></tr></table>"
            ],
            "text/plain": [
              "<IPython.core.display.HTML object>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "# @markdown RT-1-X close drawer\n",
        "print(task_name, model_name)\n",
        "mediapy.show_video(images, fps=10)\n",
        "# Note: we turned off the denoiser as the colab kernel will crash if it's turned on\n",
        "# To use the denoiser, please git clone our SIMPLER environments\n",
        "# and perform evaluations locally."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 521
        },
        "id": "b8pDRz-dzUJZ",
        "outputId": "0515dec6-5ccf-4811-b0ae-67710965f245"
      },
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "widowx_put_eggplant_in_basket octo-base\n"
          ]
        },
        {
          "data": {
            "text/html": [
              "<table class=\"show_videos\" style=\"border-spacing:0px;\"><tr><td style=\"padding:1px;\"><video controls width=\"640\" height=\"480\" style=\"object-fit:cover;\" loop autoplay muted>\n",
              "      <source 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type=\"video/mp4\"/>\n",
              "      This browser does not support the video tag.\n",
              "      </video></td></tr></table>"
            ],
            "text/plain": [
              "<IPython.core.display.HTML object>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "# @markdown Octo-base widowx_put_eggplant_in_basket\n",
        "print(task_name, model_name)\n",
        "mediapy.show_video(images, fps=10)"
      ]
    }
  ],
  "metadata": {
    "accelerator": "GPU",
    "colab": {
      "collapsed_sections": [
        "TZJMaVVObgRt"
      ],
      "gpuType": "T4",
      "provenance": [],
      "include_colab_link": true
    },
    "kernelspec": {
      "display_name": "Python 3",
      "name": "python3"
    },
    "language_info": {
      "name": "python"
    }
  },
  "nbformat": 4,
  "nbformat_minor": 0
}